Changeset: 0aebfd18f1b4 for MonetDB
URL: http://dev.monetdb.org/hg/MonetDB?cmd=changeset;node=0aebfd18f1b4
Modified Files:
        gdk/gdk_calc.c
Branch: default
Log Message:

Fix up some comments.


diffs (39 lines):

diff --git a/gdk/gdk_calc.c b/gdk/gdk_calc.c
--- a/gdk/gdk_calc.c
+++ b/gdk/gdk_calc.c
@@ -12874,8 +12874,8 @@ VARconvert(ValPtr ret, const ValRecord *
                                continue;                               \
                        n++;                                            \
                        /* calculate z1 = (x - a) / n, rounded down     \
-                        * (towards \ negative infinity), and           \
-                        * calculate z2 = remainder of \ the division   \
+                        * (towards negative infinity), and             \
+                        * calculate z2 = remainder of the division     \
                         * (i.e. 0 <= z2 < n); do this without          \
                         * causing overflow */                          \
                        an = (TYPE) (a / (SBUN) n);                     \
@@ -12887,18 +12887,21 @@ VARconvert(ValPtr ret, const ValRecord *
                        /* z2 will be remainder of above division */    \
                        if (xn >= an) {                                 \
                                z2 = (BUN) (xn - an);                   \
-                               /* loop invariant: (x - a) - z1 * n == z2 */ \
+                               /* loop invariant:                      \
+                                * (x - a) - z1 * n == z2 */            \
                                while (z2 >= n) {                       \
                                        z2 -= n;                        \
                                        z1++;                           \
                                }                                       \
                        } else {                                        \
                                z2 = (BUN) (an - xn);                   \
-                               /* loop invariant (until we break): (x - a) - 
z1 * n == -z2 */ \
+                               /* loop invariant (until we break):     \
+                                * (x - a) - z1 * n == -z2 */           \
                                for (;;) {                              \
                                        z1--;                           \
                                        if (z2 < n) {                   \
-                                               z2 = n - z2; /* proper 
remainder */ \
+                                               /* proper remainder */  \
+                                               z2 = n - z2;            \
                                                break;                  \
                                        }                               \
                                        z2 -= n;                        \
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